activity
20152020
most citedBohr compactifications of algebras and structures

1 citations · 1 across the 5 of their papers we have counts for

collaborators

6 papers

math.RA2020

Piggybacking over unbounded distributive lattices

Leonardo M. Cabrer, Hilary A. Priestley

This paper fills a gap in the literature on natural duality theory. It concerns dual representations of categories of distributive-lattice-based algebras in which the lattice reduc…

math.RA2019

Sugihara algebras and monoids: multisorted dualities

L. M. Cabrer, H. A. Priestley

The authors developed in a recent paper natural dualities for finitely generated quasivarieties of Sugihara algebras. They thereby identified the admissibility algebras for these q…

math.LO2018

Sugihara Algebras: Admissibility Algebras via the Test Spaces Method

Leonardo Cabrer, Hilary Priestley

This paper studies finitely generated quasivarieties of Sugihara algebras. These quasivarieties provide complete algebraic semantics for certain propositional logics associated wit…

math.RA2015

Natural dualities through product representations: bilattices and beyond

Leonardo Cabrer, Hilary Priestley

This paper focuses on natural dualities for varieties of bilattice-based algebras.Such varieties have been widely studied as semantic models in situations where information is inco…

math.RA20151 cited

Bohr compactifications of algebras and structures

B. A. Davey, M. Haviar, H. A. Priestley

This paper provides a unifying framework for a range of categorical constructions characterised by universal mapping properties, within the realm of compactifications of discrete s…

math.RA2015

A general framework for product representations: bilattices and beyond

L. M. Cabrer, H. A. Priestley

This paper studies algebras arising as algebraic semantics for logics used to model reasoning with incomplete or inconsistent information. In particular we study, in a uniform way,…